Two capacitors connected in parallel produce an equivalent capacitance of 31.0 ?
ID: 3897296 • Letter: T
Question
Two capacitors connected in parallel produce an equivalent capacitance of 31.0?F but when connected in series the equivalent capacitance is only 4.6?F . Part A What is the individual capacitance of each capacitor? Enter your answers in ascending order. Express your answers using two significant figures separated by a comma. C1, C2 = ?F
Two capacitors connected in parallel produce an equivalent capacitance of 31.0?F but when connected in series the equivalent capacitance is only 4.6?F . Part A What is the individual capacitance of each capacitor? Enter your answers in ascending order. Express your answers using two significant figures separated by a comma. C1, C2 = ?F
Two capacitors connected in parallel produce an equivalent capacitance of 31.0?F but when connected in series the equivalent capacitance is only 4.6?F . Part A What is the individual capacitance of each capacitor? Enter your answers in ascending order. Express your answers using two significant figures separated by a comma. C1, C2 = ?F Part A What is the individual capacitance of each capacitor? Enter your answers in ascending order. Express your answers using two significant figures separated by a comma. C1, C2 = ?F C1, C2 = ?F C1, C2 = ?F C1, C2 = ?F
Explanation / Answer
c1+c2=31
c1*c2/(c1+c2)=4.6
c1*c2=4.6*31=142.6
c1=142.6/c2
c1+c2=31
142.6/c2 +c2=31
142.6+c2^2-31c2=0
c2=25.8 0r c2=5.62
c1=31-c2=5.2 0r
c1=31-5.62=25.38
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